The name of a graph that uses bars for categorical (qualitative) data.
What is a bar graph?
This is the number of students who use e-readers.
What is 50?
Of the data sets below, this one has the higher mean.
Data Set 1: {48, 86, 82, 92, 19}
Data Set 2: {49, 82, 94, 92, 14}
What is data set 2?
The data is skewed left, skewed right, or symmetric.
What is skewed right?
The five numbers that make up a five-number summary.
What are the minimum, Q1, median, Q3, and maximum.
The name of a graph that uses bars for quantitative data.
What is a histogram?
This is the PERCENT of people surveyed who are adults who read books.
What is 40%?
The two measures of spread for quantitative data.
What are Interquartile Range and Standard Deviation?
Compare the mean and median.
The mean is larger than the median.
This is the median of the data.
What is 25?
Points scored by a basketball team this season
The number of times that 75 was scored in a basketball game.
What is two?
This is the percent of students who read books.
What is 44%?
Between a box plot and a histogram, this on provides more detail about the spread of the data.
What is a box plot?
This many plants have a height of less than 9 inches.
What is 5?
This is the percent of data between 20 and 37.
What is 50%?
The name of a circular graph that divides data into percentages.
What is a pie chart?
This is the conditional of book type for adults.
What is 72% books and 28% e-readers?
The data set which would have the higher mean, given their five-number summaries.
Data Set A
Min: 10, Q1: 20, Med: 30, Q3: 40, Max: 50
Data Set B
Min: 5, Q1: 15, Med: 30, Q3: 40, Max: 50
What is Data Set A?
A histogram shows approximately symmetric data. You know this about the mean and the median.
What is they are equal.
The median of the number set:
{5, 13, 9, 7, 1, 9, 2, 9, 11}
What is 9?
It's the type of graph you could make if you had the median and the interquartile range.
What is a boxplot?
Is reading a book or e-reader independent of someone's age? (Hint: Calculate the conditional probability of type of book each age.
What is NO? (The percent of students who read books is 44% and the percent of adults who read books is 72%. Since the percentages are different, it shows an association between age and type of book)
This company would have a larger standard deviation.
What is Company A?
A possible value of the mean.
What is 275? (or another reasonable number above 250).
This is the equation to calculate the upper boundary for outliers.
Q3 + (1.5*IQR) = 37 + (1.5*17)